trapezoid
Trapezoid.
Shapes that have only one pair of parallel lines include trapezoids (or trapeziums) and certain types of irregular quadrilaterals. In a trapezoid, one pair of opposite sides is parallel while the other pair is not. Irregular quadrilaterals can also be formed with one pair of parallel sides, depending on their specific configuration.
The US term for the shape is trapezoid, and has only one pair of parallel sides.(The term trapezium is used for these shapes in the UK and many other countries.)
Geometric shapes that have only one pair of parallel sides include trapezoids (or trapeziums in some regions) and certain types of irregular quadrilaterals. In a trapezoid, the two non-parallel sides are not equal in length and can converge or diverge. These shapes are characterized by their unique angle and side properties, distinguishing them from other quadrilaterals.
trapezoids
A square
rhombus
rectangular
Any polygon with four or more sides can have a pair of parallel sides. It is also possible to to have non-polygonal shapes - eg a cigar-shape - that has parallel sides.
A quadrilateral that has only one pair of parallel sides (the other pair not parallel) is a trapezium.
Not all four-sided shapes have one pair of parallel sides. For example, a rectangle and a trapezoid can have one pair of parallel sides, but a general quadrilateral does not necessarily have any parallel sides. Shapes like rhombuses and squares have two pairs of parallel sides, while irregular quadrilaterals may have none. Thus, the presence of parallel sides depends on the specific type of four-sided shape.
No. A trapezoid only has one pair of parallel sides.
The name of the four-sided shape that has only one pair of parallel sides is known as a trapezoid. The other two sides are not parallel to each other. There are many other shapes with more than four sides that have one pair of parallel sides but these typically don't have special names. So assuming the question is only referring to four-sided figures, the answer is a trapezoid.